STAT330 Lecture Notes - Lecture 28: Derivative Test, Likelihood Function, Independent And Identically Distributed Random Variables
29 Jan 2019
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No ) (4) x log logo t c n - x ) log. I go we get did the alla act. > o if n ce - e ) O > e (global ) maximum of the log - likelihood function. To prepare following for limit distribution of the. If about the trustworthy size sample the sample size increases should have more info you the and estimate should. Lto ) is of x ( x xn not only as a function of. When we are interested in the the random sample. X - ( x are all also functions of x properties of these functions of. 110 ; x ) etc function is defined as x ) ] previous. The larger the value smaller the value of. What if the and we need support find to set the depends. We cannot restriction simply the valid solve for. C but not respect with impossible ) . to.
